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Profit across two products

A shop sells 200 units of product X at ₹50 each, on which its profit is 20% of the selling price, and 150 units of product Y at ₹80 each, on which its profit is 25% of the selling price.

What is the shop's total profit?

Show the answer and the worked solution

Correct answer: D.

₹5,000

Worked solution

  1. Revenue from X = 200 × 50 = ₹10,000; profit at 20% = ₹2,000.
  2. Revenue from Y = 150 × 80 = ₹12,000; profit at 25% = ₹3,000.
  3. Total profit = 2,000 + 3,000 = ₹5,000.

Answer: ₹5,000.

The idea

Compute each product line separately and add. The two margins apply to different revenues, so they cannot be averaged.

Shortcut. Take 20% on the whole ₹22,000 (₹4,400), then add the extra 5% on Y's ₹12,000 (₹600): ₹5,000.

Common trap. ₹4,400 — applying X's 20% to the combined revenue of ₹22,000, missing the higher 25% margin on Y.

Profit across two products — Caselets Aptitude Question

Profit across two products: A shop sells 200 units of product X at ₹50 each, on which its profit is 20% of the… Answer and worked solution on CodeKairo.

Question

A shop sells 200 units of product X at ₹50 each, on which its profit is 20% of the selling price, and 150 units of product Y at ₹80 each, on which its profit is 25% of the selling price.

What is the shop's total profit?

Options

  1. ₹4,400
  2. ₹4,600
  3. ₹4,800
  4. ₹5,000
Show the answer and the worked solution

Correct answer: D. ₹5,000

Worked solution

  1. Revenue from X = 200 × 50 = ₹10,000; profit at 20% = ₹2,000.
  2. Revenue from Y = 150 × 80 = ₹12,000; profit at 25% = ₹3,000.
  3. Total profit = 2,000 + 3,000 = ₹5,000.

Answer: ₹5,000.

The idea

Compute each product line separately and add. The two margins apply to different revenues, so they cannot be averaged.

Shortcut. Take 20% on the whole ₹22,000 (₹4,400), then add the extra 5% on Y's ₹12,000 (₹600): ₹5,000.

Common trap. ₹4,400 — applying X's 20% to the combined revenue of ₹22,000, missing the higher 25% margin on Y.

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